AngouriMath
MaxLowDegreeMonicScale
Field
Summary
The same, up to MaxLowDegree: a sextic of Rubi's 1.3.1 whose leading
coefficient is 107 bits needs 2^535, and is factored in a quarter of a second. Past
that degree the bound stays:1/(1 + cosh(x)^5) asks for a hundred and twenty
polynomials of degree eight and nine at 2^580 to 2^880, a second each and none of them
needed, and went from 7 seconds to 72 with the higher bound for every degree.
coefficient is 107 bits needs 2^535, and is factored in a quarter of a second. Past
that degree the bound stays:
polynomials of degree eight and nine at 2^580 to 2^880, a second each and none of them
needed, and went from 7 seconds to 72 with the higher bound for every degree.
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